Commodity Price Versus Investment: A Contract-Level Ledger
This hypothetical ledger uses fictional commodity prices, contracts, and account capital. It is not a continuous historical series or an execution record. Its purpose is to separate a spot-price comparison from an investable futures position and its cash movements.
A spot reference can rise while a specified futures strategy loses money. Calculate each held contract's profit and loss, then add collateral income and deduct identified costs. Replacing a contract at 86 with another at 90 does not itself create a loss of four per unit; later repricing of the new contract can create that loss.
Identify the thing being measured
A spot reference describes a particular commodity grade, location, and timing. Owning physical goods can involve storage, transport, insurance, and financing, so a percentage spot-price change is not automatically a net investment return. A futures contract references specified delivery or settlement terms at a named maturity. Different maturities are separate instruments, not one asset whose purchase price is simply reset each month.
CFA Institute's Introduction to Commodities and Commodity Derivatives distinguishes physical markets, derivatives, and components of futures-based returns. The CFTC describes contract terms and daily marking to market. These sources support the accounting distinctions; the numerical ledger below comes entirely from invented assumptions. No exchange contract specifications, actual commodity observations, or historical index returns are represented by the example.
Set up a hypothetical two-contract sequence
Begin with USD 100,000 account capital and a long futures position covering 1,000 fictional units. Contract A is entered at 84 per unit while the spot reference is 80. At the assumed roll point, spot is 86 and A is closed at 86. The realized cumulative change on A is 2 per unit, or positive USD 2,000, leaving account value USD 102,000 before excluded items.
At that same point, open Contract B at 90 for the same 1,000-unit quantity. Later, close B at 86 while spot remains 86. B contributes negative USD 4,000, leaving USD 98,000. Assume zero interest on account cash, no fees, no slippage, and no financing expense. Daily variation-margin movements are summarized by the endpoints; no claim is made about interim cash demands or a real broker's margin requirement.
| Hypothetical stage | Spot reference | Contract action | Cumulative futures P&L | Account value in USD |
|---|---|---|---|---|
| Opening | 80 | Enter A at 84 | 0 | 100,000 |
| Roll point | 86 | Close A at 86; enter B at 90 | +2,000 | 102,000 |
| Ending | 86 | Close B at 86 | -2,000 | 98,000 |
Explain what the roll does and does not realize
The roll closes an existing position and opens exposure at another maturity. A's profit comes from its own move from 84 to 86. B starts at its own current price of 90. Before transaction costs, the four-unit gap between A and B is not an additional realized loss on opening B. Futures entry is not an outright purchase of the underlying goods for their full notional amount.
CME's contract-roll education describes the two transactions. Campbell & Company's Deconstructing Futures Returns: The Role of Roll Yield, hosted by CME, directly addresses the mistaken immediate-loss interpretation. Attribution matters: that paper is Campbell's analysis, not an exchange-authored performance study. In the hypothetical ledger, B's loss occurs through its subsequent price move from 90 to 86, not solely because the maturity switch displayed different prices.
Distinguish convergence exposure from a guaranteed outcome
The example deliberately makes the deferred contract decline toward an unchanged spot reference during B's holding interval. That path illustrates how basis or convergence effects can matter. Actual spot prices and curve shape can both change, however. A higher deferred price does not guarantee that the eventual adjustment occurs entirely through a declining futures price; the spot reference itself might rise or the position might exit earlier.
Terms such as roll return depend on the decomposition and index methodology being used. The contract ledger is the primary calculation; a spot, basis, or roll attribution must reconcile to it under declared conventions. The four-unit curve gap is neither a universal forecast nor a standalone cash charge. Repeated maturity selection, position sizing, and the path between roll dates determine the resulting exposure.
Specify collateral, leverage, and return denominators
The spot reference rises from 80 to 86, or 7.5%. The fictional futures account falls from USD 100,000 to USD 98,000, or 2%. These are different measurements. Account return uses stated capital, not initial margin or contract notional. The same USD 2,000 loss would produce a different percentage if the strategy used a different capital allocation, even though contract-level profit and loss were unchanged.
Futures margin supports performance obligations rather than representing a full purchase payment, as the CFTC explains. Actual total returns can also include earnings on collateral and deductions for implementation costs. Do not add collateral principal as income or deduct every collateral transfer as a permanent loss. An exchange-traded commodity vehicle can introduce further fees, tracking effects, or issuer features beyond this deliberately simplified account.
| Hypothetical measurement | Calculation | Result |
|---|---|---|
| Spot-reference price change | 86 / 80 - 1 | +7.5% |
| Contract A P&L | (86 - 84) x 1,000 | +USD 2,000 |
| Contract B P&L | (86 - 90) x 1,000 | -USD 4,000 |
| Account return, excluded items zero | (2,000 - 4,000) / 100,000 | -2.0% |
Preserve a ledger rather than an ambiguous chart
A replicable analysis retains contract identifiers, quantities, multipliers, entry and exit prices, roll rules, capital allocation, and cash assumptions. Joining successive front-month quotes can introduce a maturity-switch jump that is not the held portfolio's profit or loss. A back-adjusted research series can serve another purpose, but its adjusted levels should not be treated as actual transaction prices without reconstructing the underlying positions.
This note's date marks publication of a hypothetical worked method only. No earlier model record, actual execution, or commodity forecast is implied. The useful result is a reconciled ledger: a rising spot reference, positive A profit, larger subsequent B loss, and negative 2% account return under the stated exclusions. Any further economic explanation must remain separate from those deliberately invented accounting inputs.
What to retain
- A commodity spot-price change is not automatically an investment return.
- The maturity price gap is not itself an immediate loss on opening a replacement future.
- Contract P&L, collateral effects, costs, and account capital must reconcile.
Source notes
Related research
Commodity spot prices and futures are different research objects
Identify physical benchmarks, delivery terms, futures maturities, and cash-flow conventions before comparing commodity price series.
Commodity roll yield without the accounting shortcuts
Understand maturity replacement, curve convergence, collateral income, and the difference between a roll spread and realized strategy profit.
Return definitions that make cross-asset comparisons meaningful
Calculate price, income, currency, real, and futures returns using compatible denominators and compounding conventions.
Version 1, 15 October 2026. First publication. Illustrative calculations are identified in context; source observations retain their stated dates.